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A benders decomposition-based heuristic algorithm framework for unrelated parallel machine scheduling problem with weighted maximum earliness and tardiness

机译:基于分解的弯曲者的弯曲性,用于无关的并行机器调度问题的启发式算法框架,其加权最大值和迟到

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Problems about parallel machines are researched a lot and have a wide application. An unrelated parallel machine scheduling problem is discussed in this paper: there're m unrelated parallel machines that have different processing speeds and opening costs. N jobs are assigned to the machines, meeting distinct due windows. The objective is to minimize the total cost including the machine opening cost and the cost related to maximum earliness and tardiness. The scheduling progress takes both machine utilization and customer satisfaction into consideration. The proposed method in this paper is a benders decomposition-based heuristic algorithm that can solve mixed-integer linear programming problem efficiently. The algorithm is based on a partition of the problem, which is suitable to solve our problem. The algorithm framework is established to solve large-scale problems.
机译:并行机器的问题研究了很多并且具有广泛的应用。本文讨论了一个不相关的并行机调度问题:有M个不相关的并行机,具有不同的处理速度和开放成本。 n作业被分配给机器,会议会符合不同的适当窗口。该目的是最大限度地减少包括机器开放成本的总成本和与最大限度相关的成本与最大的成本。调度进度考虑机器利用率和客户满意度。本文中所提出的方法是一种基于弯曲的分解的启发式算法,可以有效地解决混合整数线性编程问题。该算法基于问题的分区,适合解决我们的问题。建立算法框架以解决大规模问题。

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